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- W2015830342 abstract "A fundamental dimensionless number appropriate for studying buoyancy driven flames, Πβ∼Ra/(1+B)1+(1+B)/σ, is developed by considering the balance of momentum, thermal energy, and species flux. In the particular case of laminar ceiling fires, it is shown that a modified Πβ scales with the ratio of the integral length scale and the boundary layer thickness as lδβ∼Πf1/5. Here, Πf is based on a flame Rayleigh number, Raf, which is defined as Raf=gνDβm″WhfgkT∞l l3. For turbulent ceiling fires, it is shown that the ratio of integral length scale and the flame Kolmogorov scale is given by lηβ∼Πf1/4. These fundamental relations for laminar and turbulent ceiling fires are correlated to experimentally measured flame stand-off distances for ceiling fires 1, 2, 3. Based on the limited data available, the agreement with experiments is very good. Additional experiments are needed to further verify the validity of the scaling laws in the two flow regimes." @default.
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- W2015830342 date "1999-01-01" @default.
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- W2015830342 title "Scaling laws of turbulent ceiling fires" @default.
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- W2015830342 doi "https://doi.org/10.1016/s0010-2180(98)00037-6" @default.
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